{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "d5ac471c",
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   "source": [
    "# Kurtosis Portfolio Optimization\n",
    "\n",
    "In this notebook we show how to use the semidefinite cone and second order cone to model the optimization of portfolio kurtosis.\n",
    "\n",
    "## <font color='red'> Warning: Don't use this model for n >= 30 without Mosek and I don't recommend to calculate $L_2$, $D_2$, $S_2$ and $\\Sigma_4$ for n >= 30 with Python (Use C++ and Armadillo library) </font>\n",
    "\n",
    "## 1. Kurtosis Minimization\n",
    "\n",
    "The minimization of portfolio kurtosis, as shown in __[Cajas (2022)](https://papers.ssrn.com/sol3/papers.cfm?abstract_id=4202967)__, can be posed as a convex problem as follows:\n",
    "\n",
    "$$\n",
    "\\begin{equation}\n",
    "\\begin{aligned}\n",
    "\\min_{x, \\, X, \\, z, \\, g} \\; &  g \\\\\n",
    "& \\left [ \\begin{array}{cc} X & x \\\\ x^{\\prime} & 1 \\end{array} \\right ] \\succeq 0 \\\\\n",
    "& z = L_{2} \\text{vec}(X) \\\\\n",
    "& \\left \\| \\left [ S_{2} \\Sigma_{4} S^{\\prime}_{2} \\right ]^{1/2} z \\right \\|_{2} \\leq g \\\\\n",
    "& \\sum^{n}_{i=1}x_{i} = 1 \\\\\n",
    "& x \\geq 0 \\\\\n",
    "& X \\succeq 0 \\\\\n",
    "\\end{aligned}\n",
    "\\end{equation}\n",
    "$$\n",
    "\n",
    "where:\n",
    "<br>$g$: is an auxiliary variable that represents the square root of portfolio kurtosis\n",
    "<br>$\\Sigma_{4}$: is the square co-kurtosis matrix.\n",
    "<br>$x$: is the vector of portfolio weights of size $n \\times 1$\n",
    "<br>$X$: is an auxiliary variable of size $n \\times n$ that is positive semidefinite.\n",
    "<br>$D_{2}$: is the duplication efined in __[Magnus (1980)](https://pure.uvt.nl/ws/portalfiles/portal/649691/26951_6623.pdf)__.\n",
    "<br>$L_{2}$: is the duplication elimination matrix defined in __[Magnus (1980)](https://pure.uvt.nl/ws/portalfiles/portal/649691/26951_6623.pdf)__.\n",
    "<br>$S_{2}$ is the duplication summation matrix defined as $S_{2} = D^{\\prime}_{2}D_{2}L_{2}$\n",
    "<br>$\\text{vec}$: is the vectorization operator."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "ec087b00",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[*********************100%***********************]  14 of 14 completed\n"
     ]
    },
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>BAX</th>\n",
       "      <th>BMY</th>\n",
       "      <th>CMCSA</th>\n",
       "      <th>CNP</th>\n",
       "      <th>CPB</th>\n",
       "      <th>GE</th>\n",
       "      <th>GOOG</th>\n",
       "      <th>MO</th>\n",
       "      <th>MSFT</th>\n",
       "      <th>NI</th>\n",
       "      <th>SEE</th>\n",
       "      <th>T</th>\n",
       "      <th>TGT</th>\n",
       "      <th>VZ</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Date</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2016-01-05</th>\n",
       "      <td>0.4036%</td>\n",
       "      <td>1.9693%</td>\n",
       "      <td>0.0179%</td>\n",
       "      <td>0.9305%</td>\n",
       "      <td>0.3678%</td>\n",
       "      <td>0.0977%</td>\n",
       "      <td>0.0998%</td>\n",
       "      <td>2.0213%</td>\n",
       "      <td>0.4562%</td>\n",
       "      <td>1.5881%</td>\n",
       "      <td>0.9759%</td>\n",
       "      <td>0.6987%</td>\n",
       "      <td>1.7539%</td>\n",
       "      <td>1.3735%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2016-01-06</th>\n",
       "      <td>0.2412%</td>\n",
       "      <td>-1.7557%</td>\n",
       "      <td>-0.7727%</td>\n",
       "      <td>-1.2473%</td>\n",
       "      <td>-0.1736%</td>\n",
       "      <td>-1.5940%</td>\n",
       "      <td>0.1400%</td>\n",
       "      <td>1.0589%</td>\n",
       "      <td>-1.8165%</td>\n",
       "      <td>0.5547%</td>\n",
       "      <td>-1.5647%</td>\n",
       "      <td>0.3108%</td>\n",
       "      <td>-1.0155%</td>\n",
       "      <td>-0.9034%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2016-01-07</th>\n",
       "      <td>-1.6573%</td>\n",
       "      <td>-2.7699%</td>\n",
       "      <td>-1.1047%</td>\n",
       "      <td>-1.9769%</td>\n",
       "      <td>-1.2206%</td>\n",
       "      <td>-4.2314%</td>\n",
       "      <td>-2.3170%</td>\n",
       "      <td>-1.7407%</td>\n",
       "      <td>-3.4782%</td>\n",
       "      <td>-2.2066%</td>\n",
       "      <td>-3.1557%</td>\n",
       "      <td>-1.6148%</td>\n",
       "      <td>-0.2700%</td>\n",
       "      <td>-0.5493%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2016-01-08</th>\n",
       "      <td>-1.6037%</td>\n",
       "      <td>-2.5425%</td>\n",
       "      <td>0.1098%</td>\n",
       "      <td>-0.2241%</td>\n",
       "      <td>0.5707%</td>\n",
       "      <td>-1.7950%</td>\n",
       "      <td>-1.6410%</td>\n",
       "      <td>0.1720%</td>\n",
       "      <td>0.3067%</td>\n",
       "      <td>-0.1538%</td>\n",
       "      <td>-0.1448%</td>\n",
       "      <td>0.0895%</td>\n",
       "      <td>-3.3839%</td>\n",
       "      <td>-0.9719%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2016-01-11</th>\n",
       "      <td>-1.6851%</td>\n",
       "      <td>-1.0215%</td>\n",
       "      <td>0.0915%</td>\n",
       "      <td>-1.1791%</td>\n",
       "      <td>0.5674%</td>\n",
       "      <td>0.4569%</td>\n",
       "      <td>0.2183%</td>\n",
       "      <td>2.0948%</td>\n",
       "      <td>-0.0573%</td>\n",
       "      <td>1.6435%</td>\n",
       "      <td>-0.1450%</td>\n",
       "      <td>1.2224%</td>\n",
       "      <td>1.4570%</td>\n",
       "      <td>0.5800%</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                BAX      BMY    CMCSA      CNP      CPB       GE     GOOG  \\\n",
       "Date                                                                        \n",
       "2016-01-05  0.4036%  1.9693%  0.0179%  0.9305%  0.3678%  0.0977%  0.0998%   \n",
       "2016-01-06  0.2412% -1.7557% -0.7727% -1.2473% -0.1736% -1.5940%  0.1400%   \n",
       "2016-01-07 -1.6573% -2.7699% -1.1047% -1.9769% -1.2206% -4.2314% -2.3170%   \n",
       "2016-01-08 -1.6037% -2.5425%  0.1098% -0.2241%  0.5707% -1.7950% -1.6410%   \n",
       "2016-01-11 -1.6851% -1.0215%  0.0915% -1.1791%  0.5674%  0.4569%  0.2183%   \n",
       "\n",
       "                 MO     MSFT       NI      SEE        T      TGT       VZ  \n",
       "Date                                                                       \n",
       "2016-01-05  2.0213%  0.4562%  1.5881%  0.9759%  0.6987%  1.7539%  1.3735%  \n",
       "2016-01-06  1.0589% -1.8165%  0.5547% -1.5647%  0.3108% -1.0155% -0.9034%  \n",
       "2016-01-07 -1.7407% -3.4782% -2.2066% -3.1557% -1.6148% -0.2700% -0.5493%  \n",
       "2016-01-08  0.1720%  0.3067% -0.1538% -0.1448%  0.0895% -3.3839% -0.9719%  \n",
       "2016-01-11  2.0948% -0.0573%  1.6435% -0.1450%  1.2224%  1.4570%  0.5800%  "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "####################################\n",
    "# Downloading Data\n",
    "####################################\n",
    "!pip install --quiet yfinance\n",
    "\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import yfinance as yf\n",
    "from itertools import permutations\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.ticker as mtick\n",
    "\n",
    "import warnings\n",
    "\n",
    "warnings.filterwarnings(\"ignore\")\n",
    "\n",
    "yf.pdr_override()\n",
    "pd.options.display.float_format = '{:.4%}'.format\n",
    "\n",
    "# Date range\n",
    "start = '2016-01-01'\n",
    "end = '2021-12-30'\n",
    "\n",
    "# Tickers of assets\n",
    "assets = ['TGT', 'CMCSA', 'CPB', 'MO', 'T', 'BAX', 'BMY',\n",
    "          'MSFT', 'SEE', 'VZ', 'CNP', 'NI', 'GE', 'GOOG']\n",
    "assets.sort()\n",
    "\n",
    "# Downloading data\n",
    "data = yf.download(assets, start = start, end = end)\n",
    "data = data.loc[:,('Adj Close', slice(None))]\n",
    "data.columns = assets\n",
    "\n",
    "# Calculating returns\n",
    "Y = data[assets].pct_change().dropna()\n",
    "\n",
    "display(Y.head())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "c25573b6",
   "metadata": {},
   "outputs": [],
   "source": [
    "####################################\n",
    "# Auxiliary functions\n",
    "####################################\n",
    "\n",
    "# Function that calculates D_2\n",
    "def duplication_matrix(n):\n",
    "    out = np.zeros((int(n*(n+1)/2), n**2))\n",
    "    for j in range(1, n+1):\n",
    "        for i in range(j, n+1):\n",
    "            u = np.zeros((int(n*(n+1)/2), 1))\n",
    "            u[round((j-1)*n + i - ((j-1)*j)/2)-1] = 1.0\n",
    "            E = np.zeros((n,n))\n",
    "            E[i-1,j-1] = 1.0\n",
    "            E[j-1,i-1] = 1.0\n",
    "            out += u @ E.reshape(-1,1).T;\n",
    "    return out.T\n",
    "\n",
    "# Function that calculates L_2\n",
    "def duplication_elimination_matrix(n):\n",
    "    out = np.zeros((int(n*(n+1)/2), n**2))\n",
    "    for j in range(n):\n",
    "        e_j = np.zeros((1, n))\n",
    "        e_j[0, j] = 1.0\n",
    "        for i in range(j, n):\n",
    "            u = np.zeros((int(n*(n+1)/2), 1))      \n",
    "            row = round(j*n+i-((j+1)*j)/2)\n",
    "            u[row] = 1.0\n",
    "            e_i = np.zeros((1, n))\n",
    "            e_i[0,i] = 1.0\n",
    "            out += np.kron(u, np.kron(e_j, e_i))\n",
    "    return out\n",
    "\n",
    "# Function that calculates S_4\n",
    "def kurt_matrix(Y):\n",
    "    P = Y.to_numpy()\n",
    "    T, n = P.shape\n",
    "    mu = np.mean(P, axis=0).reshape(1,-1)\n",
    "    mu = np.repeat(mu, T, axis=0)\n",
    "    x = P - mu\n",
    "    ones = np.ones((1,n))\n",
    "    z = np.kron(ones, x) * np.kron(x, ones);\n",
    "    S4 = 1/T * z.T @ z\n",
    "    return S4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "0f4caac4",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>weights</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>BAX</th>\n",
       "      <td>0.0000%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BMY</th>\n",
       "      <td>21.0918%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>CMCSA</th>\n",
       "      <td>0.0000%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>CNP</th>\n",
       "      <td>0.0000%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>CPB</th>\n",
       "      <td>22.6310%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>GE</th>\n",
       "      <td>0.0000%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>GOOG</th>\n",
       "      <td>8.5225%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>MO</th>\n",
       "      <td>0.0000%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>MSFT</th>\n",
       "      <td>0.0000%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>NI</th>\n",
       "      <td>0.0000%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>SEE</th>\n",
       "      <td>5.0681%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>T</th>\n",
       "      <td>0.0000%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TGT</th>\n",
       "      <td>0.0000%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>VZ</th>\n",
       "      <td>42.6866%</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       weights\n",
       "BAX    0.0000%\n",
       "BMY   21.0918%\n",
       "CMCSA  0.0000%\n",
       "CNP    0.0000%\n",
       "CPB   22.6310%\n",
       "GE     0.0000%\n",
       "GOOG   8.5225%\n",
       "MO     0.0000%\n",
       "MSFT   0.0000%\n",
       "NI     0.0000%\n",
       "SEE    5.0681%\n",
       "T      0.0000%\n",
       "TGT    0.0000%\n",
       "VZ    42.6866%"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "####################################\n",
    "# Finding the Min Kurtosis Portfolio\n",
    "####################################\n",
    "\n",
    "import cvxpy as cp\n",
    "#import mosek\n",
    "from scipy.linalg import sqrtm\n",
    "\n",
    "# Parameters \n",
    "T, n = Y.shape\n",
    "\n",
    "D_2 = duplication_matrix(n)\n",
    "L_2 = duplication_elimination_matrix(n)\n",
    "S_2 = D_2.T @ D_2 @ L_2\n",
    "\n",
    "Sigma_4 = kurt_matrix(Y)\n",
    "Sigma_4_sqrt = sqrtm(S_2 @ Sigma_4 @ S_2.T)\n",
    "\n",
    "# Variables\n",
    "rows = int(n*(n+1)/2)\n",
    "x = cp.Variable((n,1))\n",
    "z = cp.Variable((rows,1))\n",
    "X = cp.Variable((n,n), PSD=True)\n",
    "g = cp.Variable()\n",
    "\n",
    "risk = g\n",
    "constraints = [cp.sum(x) == 1,\n",
    "               x >= 0,\n",
    "               z == L_2 @ cp.reshape(cp.vec(X), (n*n,1)),\n",
    "              ]\n",
    "\n",
    "M3 = cp.bmat([[X, x], [x.T, np.ones((1, 1))]])\n",
    "\n",
    "constraints += [\n",
    "                cp.SOC(g, Sigma_4_sqrt @ z),\n",
    "                M3 >> 0,\n",
    "               ]\n",
    "\n",
    "obj = cp.Minimize(risk * 1000)\n",
    "prob = cp.Problem(obj, constraints)\n",
    "\n",
    "#prob.solve(solver='MOSEK', mosek_params= {'MSK_IPAR_NUM_THREADS': 2})\n",
    "prob.solve()\n",
    "w = pd.DataFrame(x.value, index=assets, columns=['weights'])\n",
    "display(w)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "8abf1eb1",
   "metadata": {},
   "outputs": [
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>weights</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>BAX</th>\n",
       "      <td>8.4725%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>BMY</th>\n",
       "      <td>12.6225%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>CMCSA</th>\n",
       "      <td>1.5316%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>CNP</th>\n",
       "      <td>0.0000%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>CPB</th>\n",
       "      <td>15.1033%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>GE</th>\n",
       "      <td>0.0000%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>GOOG</th>\n",
       "      <td>9.8518%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>MO</th>\n",
       "      <td>7.1117%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>MSFT</th>\n",
       "      <td>0.0000%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>NI</th>\n",
       "      <td>2.9515%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>SEE</th>\n",
       "      <td>4.3759%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>T</th>\n",
       "      <td>0.0001%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TGT</th>\n",
       "      <td>6.4104%</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>VZ</th>\n",
       "      <td>31.5685%</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       weights\n",
       "BAX    8.4725%\n",
       "BMY   12.6225%\n",
       "CMCSA  1.5316%\n",
       "CNP    0.0000%\n",
       "CPB   15.1033%\n",
       "GE     0.0000%\n",
       "GOOG   9.8518%\n",
       "MO     7.1117%\n",
       "MSFT   0.0000%\n",
       "NI     2.9515%\n",
       "SEE    4.3759%\n",
       "T      0.0001%\n",
       "TGT    6.4104%\n",
       "VZ    31.5685%"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "####################################\n",
    "# Finding the Min Variance Portfolio\n",
    "####################################\n",
    "\n",
    "!pip install --quiet riskfolio-lib\n",
    "import riskfolio as rp\n",
    "\n",
    "# Building the portfolio object\n",
    "port = rp.Portfolio(returns=Y)\n",
    "\n",
    "# Calculating optimum portfolio\n",
    "\n",
    "# Select method and estimate input parameters:\n",
    "\n",
    "method_mu='hist' # Method to estimate expected returns based on historical data.\n",
    "method_cov='hist' # Method to estimate covariance matrix based on historical data.\n",
    "\n",
    "port.assets_stats(method_mu=method_mu, method_cov=method_cov, d=0.94)\n",
    "\n",
    "# Estimate optimal portfolio:\n",
    "\n",
    "port.solvers = [cp.MOSEK]\n",
    "model='Classic' # Could be Classic (historical), BL (Black Litterman) or FM (Factor Model)\n",
    "rm = 'MV' # Risk measure used, this time will be EVaR\n",
    "obj = 'MinRisk' # Objective function, could be MinRisk, MaxRet, Utility or Sharpe\n",
    "hist = True # Use historical scenarios for risk measures that depend on scenarios\n",
    "rf = 0 # Risk free rate\n",
    "l = 0 # Risk aversion factor, only useful when obj is 'Utility'\n",
    "\n",
    "w2 = port.optimization(model=model, rm=rm, obj=obj, rf=rf, l=l, hist=hist)\n",
    "\n",
    "display(w2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "01cea5bb",
   "metadata": {},
   "outputs": [],
   "source": [
    "####################################\n",
    "# Montecarlo Simulation\n",
    "####################################\n",
    "\n",
    "# Montecarlo simulation of portfolio weights\n",
    "rs = np.random.RandomState(seed=123)\n",
    "s1 = rs.dirichlet([0.1] * len(assets), 10000)\n",
    "s2 = rs.dirichlet([0.25] * len(assets), 10000)\n",
    "s3 = rs.dirichlet([0.5] * len(assets), 10000)\n",
    "s4 = rs.dirichlet([0.75] * len(assets), 10000)\n",
    "s5 = rs.dirichlet([1.0] * len(assets), 10000)\n",
    "s6 = rs.dirichlet([1.5] * len(assets), 10000)\n",
    "s7 = rs.dirichlet([2.0] * len(assets), 10000)\n",
    "s8 = rs.dirichlet([3.0] * len(assets), 10000)\n",
    "sample = np.concatenate([np.identity(len(assets)), s1, s2, s3, s4, s5, s6, s7, s8], axis=0)\n",
    "\n",
    "# Calculating mean, standard deviation and square root kurtosis of each portfolio\n",
    "m = sample.shape[0]\n",
    "M_1 = np.mean(Y.to_numpy(), axis=0).reshape(1,-1)\n",
    "M_2 = Y.cov().to_numpy()\n",
    "\n",
    "c_mean = M_1 @ sample.T\n",
    "c_var = np.zeros(m)\n",
    "c_kurt = np.zeros(m)\n",
    "\n",
    "for i in range(0, m):\n",
    "    c_var[i] = (sample[i] @ M_2 @ sample[i].T) ** (0.5)\n",
    "    c_kurt[i] = (np.kron(sample[i], sample[i]) @ Sigma_4 @ np.kron(sample[i],sample[i]).T) ** (1/4)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "a108ffdb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x720 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "####################################\n",
    "# Plotting Portfolios\n",
    "####################################\n",
    "\n",
    "fig, ax = plt.subplots(2, 1, figsize=(12,10))\n",
    "ax = np.ravel(ax)\n",
    "\n",
    "# Plotting Portfolios in mean-standard deviation plane\n",
    "cax0 = ax[0].scatter(c_var, c_mean, c=c_mean/c_var, cmap='Spectral')\n",
    "ax[0].scatter((w.to_numpy().T @ M_2 @ w.to_numpy()) ** (0.5),\n",
    "              M_1 @ w.to_numpy(),\n",
    "              marker='*',\n",
    "              s=2**8,\n",
    "              color='fuchsia',\n",
    "              label='Minimum Kurtosis')\n",
    "ax[0].scatter((w2.to_numpy().T @ M_2 @ w2.to_numpy()) ** (0.5),\n",
    "              M_1 @ w2.to_numpy(),\n",
    "              marker='*',\n",
    "              s=2**8,\n",
    "              color='tab:red',\n",
    "              label='Minimum Variance')\n",
    "\n",
    "# Plotting Portfolios in mean-square root kurtosis plane\n",
    "cax1 = ax[1].scatter(c_kurt, c_mean, c=c_mean/c_kurt**2, cmap='Spectral')\n",
    "ax[1].scatter((np.kron(w.to_numpy(), w.to_numpy()).T @ Sigma_4 @ np.kron(w.to_numpy(), w.to_numpy())) ** (0.25),\n",
    "              M_1 @ w.to_numpy(),\n",
    "              marker='*',\n",
    "              s=2**8,\n",
    "              color='fuchsia',\n",
    "              label='Minimum Kurtosis')\n",
    "ax[1].scatter((np.kron(w2.to_numpy(), w2.to_numpy()).T @ Sigma_4 @ np.kron(w2.to_numpy(), w2.to_numpy())) ** (0.25),\n",
    "              M_1 @ w2.to_numpy(),\n",
    "              marker='*',\n",
    "              s=2**8,\n",
    "              color='tab:red',\n",
    "              label='Minimum Variance')\n",
    "\n",
    "fig.colorbar(cax0, ax=ax[0], label='Expected Return / Standard Deviation')\n",
    "fig.colorbar(cax1, ax=ax[1], label='Expected Return / Square Root Kurtosis')\n",
    "\n",
    "ax[0].xaxis.set_major_formatter(mtick.PercentFormatter(xmax=1))\n",
    "ax[0].yaxis.set_major_formatter(mtick.PercentFormatter(xmax=1))\n",
    "ax[0].set_xlabel('Daily Standard Deviation')\n",
    "ax[0].set_ylabel('Daily Espected Return')\n",
    "ax[0].legend()\n",
    "\n",
    "ax[1].xaxis.set_major_formatter(mtick.PercentFormatter(xmax=1))\n",
    "ax[1].yaxis.set_major_formatter(mtick.PercentFormatter(xmax=1))\n",
    "ax[1].set_xlabel('Daily Fourth Root Kurtosis')\n",
    "ax[1].set_ylabel('Daily Espected Return')\n",
    "ax[1].legend()\n",
    "\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "f48b5e9e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "####################################\n",
    "# Plotting Portfolios Composition\n",
    "####################################\n",
    "\n",
    "fig, ax = plt.subplots(2, 1, figsize=(10,10))\n",
    "ax = np.ravel(ax)\n",
    "\n",
    "rp.plot_pie(w=w2,\n",
    "            title='Minimum Variance Portfolio',\n",
    "            others=0.05,\n",
    "            nrow=25,\n",
    "            ax=ax[0])\n",
    "\n",
    "rp.plot_pie(w=w,\n",
    "            title='Minimum Kurtosis Portfolio',\n",
    "            others=0.05,\n",
    "            nrow=25,\n",
    "            ax=ax[1])\n",
    "\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "31e4892f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "####################################\n",
    "# Plotting Portfolios Histogram\n",
    "####################################\n",
    "\n",
    "fig, ax = plt.subplots(2, 1, figsize=(10,8))\n",
    "ax = np.ravel(ax)\n",
    "\n",
    "rp.plot_hist(returns=Y,\n",
    "             w=w2,\n",
    "             alpha=0.05,\n",
    "             bins=50,\n",
    "             ax=ax[0])\n",
    "\n",
    "rp.plot_hist(returns=Y,\n",
    "             w=w,\n",
    "             alpha=0.05,\n",
    "             bins=50,\n",
    "             ax=ax[1])\n",
    "\n",
    "ax[0].set_title('Minimum Variance Portfolio Histogram')\n",
    "ax[1].set_title('Minimum Kurtosis Portfolio Histogram')\n",
    "\n",
    "fig.tight_layout()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "156c9909",
   "metadata": {},
   "source": [
    "We can see that the minimum kurtosis portfolio reduce the tails of portfolio returns distribution compared to minimun variance portfolio because more conservative downside risk measures like Entropic Value at Risk and Worst realization are lower for the minimum kurtosis portfolio.\n",
    "\n",
    "This portfolio optimization model will be added soon to the CVXPY based library __[Riskfolio-Lib](https://github.com/dcajasn/Riskfolio-Lib)__."
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
